Decomposing thick subcategories of the stable module category

H Krause - Mathematische Annalen, 1999 - Springer
Let \rmmodkG be the stable category of finitely generated modular representations of a finite
group G over a field k. We prove a Krull-Remak-Schmidt theorem for thick subcategories of …

Idempotent modules, locus of compactness and local supports

JF Carlson - arXiv preprint arXiv:2210.01842, 2022 - arxiv.org
Let $ kG $ be the group algebra of a finite group scheme defined over a field $ k $ of
characteristic $ p> 0$. Associated to any closed subset $ V $ of the projectivized prime ideal …

Idempotent modules, locus of compactness and local

JF Carlson - … and Geometric Representation Theory and Related …, 2024 - books.google.com
Let kG be the group algebra of a finite group scheme defined over a field k of characteristic
p> 0. Associated to any closed subset V of the projectivized prime ideal spectrum Proj H*(G …

[PDF][PDF] Linear functional graphs‒a data arrangement and visualization tool for linear algebra

P Daugulis, A Sondore - Rural Environment. Education. Personality …, 2021 - llufb.llu.lv
Visualization and mappings of mathematical data and transformations to geometric objects
are important tools in any area of mathematics. Directed graphs have been used in linear …

VARIETY OF ARRANGEMENTS OF NUMERICAL DATA FOR A DEEPER UNDERSTANDING OF MATHEMATICS

P Daugulis, E Krastiņa, A Sondore… - … . Proceedings of the …, 2020 - journals.rta.lv
Effective arranging of numerical data and design of associated computational algorithms are
important for any area of mathematics for teaching, learning and research purposes. Usage …